Both Sides

administration of India began to break down; the Mogul Emperor found it difficult to maintain his authority against ambitions local princes. In this situation the Company trading posts were forced to defend themselves both against hostile princes and against rival French trading companies. Both sides trained and equipped Indian soldiers, known as sepoys, to help defend their settlements. By 1764, largely thanks to the work of Robert Clive, who successfully supported friendly princes against hostile ones

advantages of free trade, both countries would be better off if these barriers were eliminated. But if either country were to eliminate its barriers unilaterally, it would find itself facing terms of trade that hurt its own economy. In fact, whatever one country does, the other country is better off retaining its own trade barriers. Therefore, the problem is that each country has an incentive to retain trade barriers, leading to a worse outcome than would have been possible had both countries cooperated

taking the other’s point of view into consideration. Responses can also be passive when they are based on body language. This can be for example a nod to show that you are listening. Reaching effective communication is hard work because it means that both of the protagonists are making efforts. When the personal relations are good, this is a nice basis for successful business. Good personal relations can be defined by the understanding and respect for the other and its backgrounds. In an international

you that our company had placed an order for 10 boxes of 20 sides of smoked Salmon on your website. When I placed the order on your website, I ticket the “1 kg” box among the approximate weights of 1,2 or 3 kg per side, featured (présenté) on the order form. We have just received our order, we wanted to draw your attention to the fact that of the 10 boxes of 20 sides, 9 boxes actually contain sides of 1 kg but in the last one the sides weight 3 kg which does not tally (correspondre) with our order

students which can be linked to their ability to successfully solve ornot equation as well as real life problem solving in general. 1- REVIEW OF LITERATURE In our research, we encounter difficulties at finding books related to our topic both in our central and college libraries. Internet ,on the contrary has been very helpful to us ,there we find quantities of papers,books,articles related to our topic and that helps us greatly in the realisation of this work. 1-1 General

customers mourn end of United's tulip logo The world's biggest airline got clearance for take-off today as shareholders of United Airlines and Continental Airlines backed a multi-billion dollar merger that will create a carrier dwarfing rivals on both sides of the Atlantic. The combined airline, which will adopt United's name, is forecast to have $30bn of annual revenue, carrying 144m passengers a year to 59 countries. It will be larger than Europe's top carrier, Air France-KLM, and will overtake

geometric shapes, tables and graphs, as the screen can distort the image or the scale or both! The test author is aware of this and will have provided sufficient information to arrive at the answer. So, wherever possible, take what is said and avoid drawing unnecessary assumptions about the appearance of a diagram, table or graph on the screen. For example, if a shape is described as a cube, but on the screen the sides do not all seem equal, ignore it and treat the shape as a cube. Equally, if a table

What is underscored by Hollinger is the fact that there is a real struggle between two sides, on the one hand there are “traditionalists” and on the other hand “progressives” but any confrontation is possible since the topic at stake is not understood in the same way by the both sides. Indeed, these debates result into endless ideological struggle since there is no real confrontation: the two sides in question are progressing in parallel, on two different territories; there is no common area

Protestants and Catholics in 16th-century Europe, and analyze the role national politics played in those domestic struggles. France and the Netherlands both experienced substantial conflict between Catholics and Protestants in the sixteenth-century. These religious wars were far from innocuous and occurred at a national scale, so in both cases the State had to respond to them. But while national politics in France attempted to reconcile the two religions, national politics in the Netherlands

= 16/36 = 4/9. The Sum Law for Mutually Exclusive Events: The events B and C are mutually exclusive--either the number appearing on the green die is 1 or the number appearing on the green die is 6. The events cannot both happen on the same roll of the dice. Therefore, by the sum law for the probability of mutually exclusive events, P(B or C) = P(B) + P(C) = 1/6 + 1/6 = 1/3. The Sum Law for Events That Are Not Mutually Exclusive: On the other hand the